基于图形磨合的滚刀凸齿圆柱齿轮齿腿过凹边消除

D. Safarov, A. Kondrashov, Ayrat Fashudtinov
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引用次数: 0

摘要

本文讨论了斜圆柱齿轮过渡曲线齿腿的设计方法。过渡曲线的一个重要参数是边界点的直径。边界点直径属于齿轮环齿侧面渐开线轮廓的底点。边界点位置必须低于齿轮设计人员确定的渐开线轮廓的设计终点。一个直径值取决于许多生产因素:磨盘的齿形和磨损、齿环的设置参数、齿的加工方式,但在铣刀凸形选择过程中,如果没有正确的设计解决方案,就不可能保证边界点直径的规定值。由刀具设计人员在图形磨合过程中求解齿轮刀具的凸度可接受参数。本文揭示了在铣刀一齿距范围内图形磨合过程中产生错误的条件。对保证齿轮传动设计人员规定的过渡曲线边界点直径尺寸的实现提出了建议。给出了滚刀凸度对刃口持续相互作用的影响。针对圆柱斜齿轮图形二维磨合的实现,提出了防止咬边的建议。工作目的:消除蜗杆铣刀在满足图形磨合条件的前提下,以凸出物为代价的斜圆柱齿轮齿腿过度侧切。调查方法:对磨合过程进行图形化建模。研究结果和新颖性:在工具架图形磨合过程中,斜圆柱齿轮齿腿产生过度凹边的条件是明确的。结论:为防止螺旋铣刀凸度几何参数计算中的错误,必须在不小于1.5节距的铣刀上进行图形磨合。
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TOOTH LEG EXCESSIVE UNDERCUT ELIMINATION IN HELICAL CYLINDRICAL GEARS WITH PROTUBERANCE OF HOBBING CUTTER BASED ON GRAPHIC RUN-IN
In the paper there are considered procedures for designing a transition curved tooth leg of helical cylindrical gears. A significant parameter of a transition curve is a diameter of boundary points. The boundary point diameter belongs to a bottom point of the involute profile of the teeth side surface of a gear ring. The boundary point position must be lower of the design end point of the involute profile defined by the designer of gearing. A diameter value depends upon a great number of production factors: a profile and wear of a grinding disk, setting up parameters, teeth machining modes of a gear ring, but it is impossible to ensure the specified values of the diameter of boundary points without a correct design solution in the course of the form choice of milling cutter protuberance. The solution on protuberance acceptable parameters of a gear-cutting tool is made by the designer of a cutter during graphic run-in fulfillment. In the paper there are revealed conditions under which arise mistakes in the course of graphic run-in fulfillment within the limits of one teeth pitch of a milling cutter. There are shown recommendations for the fulfillment ensuring the diameter dimension of boundary points of the transition curve specified by the designer of gearing. The data on the design parameter impact of the hob protuberance upon the continuance of cutting edge interaction are shown. There are recommendations given to prevent undercut arising caused by the fulfillment of graphic two-dimensional run-ins of cylindrical helical gears. The work purpose: the elimination of tooth leg excessive undercut in helical cylindrical gears with the protuberance of a worm milling cutter at the expense of the fulfillment of graphic run-in conditions. The investigation methods: the graphical modeling of a run-in process. The investigation results and novelty: there are defined conditions of arising an excessive undercut in the tooth leg of helical cylindrical gears during the fulfillment of graphic run-ins of a tool rack. The conclusions: for mistake prevention in the calculations of the protuberance geometrical parameters of the helical milling cutter the graphic run-in must be carried out not less than on the 1.5 pitch of the milling cutter.
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